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# Edexcel A Level Mathematics Year 1 (AS).

Author: Sophie Goldie London, UNKNOWN : Hodder Education Group, 2017. eBook : Document : EnglishView all editions and formats Help students to develop their knowledge and apply their reasoning to mathematical problems with worked examples, stimulating activities and assessment support tailored to the 2017 Edexcel specification. The content benefits from the expertise of subject specialist Keith Pledger and the support of MEI (Mathematics in Education and Industry).-Prepare students for assessment with skills-building activities, worked examples and practice questions tailored to the changed criteria.-Develop a fuller understanding of mathematical concepts with real world examples that help build connections betwe.  Read more... (not yet rated) 0 with reviews - Be the first.

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Genre/Form: Electronic books Print version:Goldie, Sophie.Edexcel A Level Mathematics Year 1 (AS).London, UNKNOWN : Hodder Education Group, 2017(OCoLC)960088755 Document, Internet resource Internet Resource, Computer File Sophie Goldie Find more information about: Sophie Goldie 1471851583 9781471851582 992537228 1 online resource (575) Cover; Book title; Copyright; Contents; Getting the most from this book; Prior knowledge; 1 Problem solving; 1.1 Solving problems; 1.2 Writing mathematics; 1.3 Proof; Problem solving: Mountain modelling; 2 Surds and indices; 2.1 Using and manipulating surds; 2.2 Working with indices; 3 Quadratic functions; 3.1 Quadratic graphs and equations; 3.2 The completed square form; 3.3 The quadratic formula; 4 Equations and inequalities; 4.1 Simultaneous equations; 4.2 Inequalities; 5 Coordinate geometry; 5.1 Working with straight lines; 5.2 The intersection of two lines; 5.3 Straight line models. 5.4 The circle5.5 The intersection of a lineand a curve; Problem solving: Integer point circles; Practice questions: Pure Mathematics 1; 6 Trigonometry; 6.1 Trigonometric functions; 6.2 Trigonometric functions fo rangles of any size; 6.3 Solving equations using graphs of trigonometric functions; 6.4 Triangles without right angles; 6.5 The area of a triangle; 7 Polynomials; 7.1 Polynomial expressions; 7.2 Dividing polynomials; 7.3 Polynomial equations; 8 Graphs and transformations; 8.1 The shapes of curves; 8.2 Using transformations to sketch curves; 8.3 Using transformations. 8.4 Transformations andgraphs of trigonometric functions9 The binomial expansion; 9.1 Binomial expansions; Practice questions: Pure Mathematics 2; 10 Differentiation; 10.1 The gradient of the tangent as a limit; 10.2 Differentiation using standard results; 10.3 Tangents and normals; 10.4 Increasing and decreasing functions, and stationary points; 10.5 Sketching the graphs of gradient functions; 10.6 Extending the rule; 10.7 Higher order derivatives; 10.8 Practical problems; 10.9 Finding the gradient from first principles; Problem solving: Proofs; 11 Integration. 11.1 Integration as the reverse of differentiation11.2 Finding areas; 11.3 Areas below the x axis; 11.4 Further integration; 12 Vectors; 12.1 Vectors; 12.2 Working with vectors; 12.3 Vector geometry; 13 Exponentials and logarithms; 13.1 Exponential functions; 13.2 Logarithms; 13.3 The exponential function; 13.4 The natural logarithm function; 13.5 Modelling curves; Practice questions: Pure Mathematics 3; 14 Data collection; 14.1 Using statistics to solve problems; 14.2 Sampling; 15 Data processing, presentation and interpretation; 15.1 Presenting different types of data; 15.2 Ranked data. 15.3 Discrete numerical data15.4 Continuous numerical data; 15.5 Bivariate data; 15.6 Standard deviation; 15.7 Linear coding; 16 Probability; 16.1 Working with probability; 16.2 Probability distributions; Problem solving: Alphabet puzzle; Problem solving: Estimating minnows; 17 The binomial distribution; 17.1 Introduction to binomial distribution; 17.2 Using the binomial distribution; 18 Statistical hypothesis testing using the binomial distribution; 18.1 The principles and language of hypothesis testing; 18.2 Extending the language of hypothesis testing; Practice questions: Statistics.

### Abstract:

Help students to develop their knowledge and apply their reasoning to mathematical problems with worked examples, stimulating activities and assessment support tailored to the 2017 Edexcel specification. The content benefits from the expertise of subject specialist Keith Pledger and the support of MEI (Mathematics in Education and Industry).-Prepare students for assessment with skills-building activities, worked examples and practice questions tailored to the changed criteria.-Develop a fuller understanding of mathematical concepts with real world examples that help build connections betwe.

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The content is excellent and I particularly like the link with the Integral website. I would highly recommend these textbooks. -- Mrs Christina Campbell, Head of Maths at Lucton School * Mrs Read more...

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